Ahmad, R.; Wang, Y.; Ishtyak, M.; Rizvi, H.A.; Rajpoot, A.K. Co-Variational Inequality Problem Involving Two Generalized Yosida Approximation Operators. Fractal Fract.2023, 7, 615.
Ahmad, R.; Wang, Y.; Ishtyak, M.; Rizvi, H.A.; Rajpoot, A.K. Co-Variational Inequality Problem Involving Two Generalized Yosida Approximation Operators. Fractal Fract. 2023, 7, 615.
Ahmad, R.; Wang, Y.; Ishtyak, M.; Rizvi, H.A.; Rajpoot, A.K. Co-Variational Inequality Problem Involving Two Generalized Yosida Approximation Operators. Fractal Fract.2023, 7, 615.
Ahmad, R.; Wang, Y.; Ishtyak, M.; Rizvi, H.A.; Rajpoot, A.K. Co-Variational Inequality Problem Involving Two Generalized Yosida Approximation Operators. Fractal Fract. 2023, 7, 615.
Abstract
In this paper, we study a co-variational inequality problem involving Yosida approximation operators in real uniformly smooth Banach space and define an iterative method to obtain its solution. We prove some properties of Yosida approximation operator for our purpose, that is strongly accretivity and Lipschitz continuity. An existence as well as convergence result is proved for co-variational inequality problem involving Yosida approximation operators using the concept of nonexpansive sunny retraction.
Computer Science and Mathematics, Applied Mathematics
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